Type your name then list the 3 conclusions you wrote regarding rational functions and their graphs based on Wednesday's discover activity. by Diane Thomas https://padlet.com/thomasj32/ihiw4nis8art Briefly answer the two questions using complete sentences. en-us 2018-02-15 18:45:12 UTC 2019-09-27 14:31:11 UTC hello@padlet.com https://padlet-assets.s3.amazonaws.com/icons/Terminator.png Trevor Tolar https://padlet.com/thomasj32/ihiw4nis8art/wish/334211916 1. If there is an x^2 in the denominator then there is two vertical asymptotes
2. You can find the vertical asymptote by setting everything in the denominator =0
3. You know that x and y cant equal because they are the asymptotes. ]]> 2019-02-22 16:31:13 UTC https://padlet.com/thomasj32/ihiw4nis8art/wish/334211916 Maddy Piatt https://padlet.com/thomasj32/ihiw4nis8art/wish/334675253 1. if the degree on the bottom is less than the degree on top then there is a slanted line
2. if there is a slanted line there is no horizontal asymptote 
3. if the degree is bigger on the bottom than on the top, the horizontal asymptote is equal to 0]]> 2019-02-25 02:31:58 UTC https://padlet.com/thomasj32/ihiw4nis8art/wish/334675253 Oscar Lopez oscaar_loppez https://padlet.com/thomasj32/ihiw4nis8art/wish/335183709 1. If the degree in the denominator is bigger than the degree in the numerator, then there is a horizontal asymptote along the x-axis
2. If the degree in the numerator is bigger than the degree in the denominator, then there will not be a horizontal asymptote
3. If the degrees in the numerator and denominator equal, then there would be a horizontal asymptote along y, which is a/b]]> 2019-02-26 02:24:31 UTC https://padlet.com/thomasj32/ihiw4nis8art/wish/335183709 Dick https://padlet.com/thomasj32/ihiw4nis8art/wish/390572674 2019-09-27 14:31:07 UTC https://padlet.com/thomasj32/ihiw4nis8art/wish/390572674